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Elementary proofs of identities for Schur functions and plane partitions

By David M. Bressoud

Abstract

Elementary proofs are given for sums of Schur functions over partitions into at most n parts each less than or equal to m for which i) all parts are even, ii) all parts of the conjugate partition are even. Also, an elementary proof of a recent result of Ishikawa and Wakayama is given

Topics: Mathematics - Combinatorics, 05A17, 11P81
Year: 1998
OAI identifier: oai:arXiv.org:math/9808107

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